What is under the graph in a velocity-time graph? Displacement
Newton's Laws
An object will remain at a constant velocity unless acted upon by a resultant force
Resultant force is directly proportional to the rate of change of momentum
If object A exerts a force on object B, then object B will exert a force of equal magnitude and opposite direction, of the same type of force on object A
Law of Conservation of momentum:
The Total momentum before a collision is equal to the total momentum after a collision in a closed system.
Current
The rate of flow of charge
Ohm's Law
Potential difference across a circuit is directly proportional to the current, provided all physical conditions and temperatures remain the same
Types of Dispersion
Material dispersion - different wavelengths of light travel at different speeds in the same medium
Modal Dispersion - light waves spread so light travelling along the same opticalfibre might take longer paths to reach the end. This is called multipath dispersion(can result in pulse broadening)
LDR
As light intensity decreases, there are fewer free electrons available to conduct. This leads to a lower current. As the current has reduced and R= V/I, the resistance of the LDR decreases
Quark composition of a neutron:
Up
Down
Down
Quark composition of an antineutron: Antiup, antidown, antidown
Young Modulus
To work out the young modulus from a stress-strain graph, you must take the gradient of the graph at the start when it is still directly proportional
Longitudinal wave
A wave where the vibrations are parallel to the direction of energy transfer
Coherent waves
Waves that have the same frequency and same phase difference
Factors affecting speed of a stationary wave on a string
Tension in the string
Mass per unit length of the string
Kaon
Meson particle that contains strange quarks
Plane polarisation
Vibrations are in one plane only, which indicates the direction of wave travel
de Broglie wavelength
Used when treating particles such as electrons or neutrons as a wave
Photon energy
The type of energy used in the equation E=hf
To convert eV into J, just multiply by 1.60 x 10-19
Ionisation energy
Energy required to completely remove an electron from an atom
Conditions for total internal reflection
Travelling towards a boundary from a more optically dense substance
Angle of incidence needs to be greater than the critical angle
Elastic collision
Kinetic energy is conserved
Forces responsible for centripetal acceleration
Gravitational
Electromagnetic
Friction
Magnetic
Normal Reaction
Lift
Electric field
A region of space within which a charged particle experiences a force
Magnetic flux density
Measured in Teslas
Magnetic flux
Measured in Webbers
Magnetic flux linkage
Measured in Webbers
Producing a current in a wire moved between the poles of a horseshoe magnet at right angles
1. Wire experiences a change in magnetic flux
2. This induces an e.m.f in the wire
3. If part of a complete circuit, the e.m.f causes there to be a current in the wire
Resonance
When the forcing frequency matches the natural frequency of a system, causing it to vibrate with a greater amplitude (causing the maximum rate of energy transfer)
A 230 Volt Alternating current supply is used in the mains electricity at home.
If 230 V is the root mean squared voltage, then the peak value will be 230 x root 2= 325V
What needs to be conserved according to particle conservation laws
Charge
Baryon number
Lepton number
Strangeness
Energy
Momentum
What else has to be conserved when particles interact, other than Baryon Number, Leptop Number, Strangeness and charge
Energy(Law of conservation of Energy)
Momentum (law of conservation of Momentum
Constituents of
Baryon: Three quarks
Meson: One quark and one anti quark
During a particle interaction, the strangeness can change by 1 when it is a weak interaction, as weak interactions do not necessarily conserve strangeness
Internal energy
The random distribution of the potential and kineticenergy of the molecules in a substance
The kinetic energy of a gas is dependant upon the temperature of the gas
Couple
A moment caused by a pair of equal magnitude forces acting in opposite directions through a different line of action
Conditions required for nuclear fusion
Extremely high temperatures/pressure
To overcome electrostatic repulsion between nuclei
Extremely high density
To ensure the rate of collisions between nuclei is high enough
Conditions required for Simple Harmonic motion
Acceleration is directly proportional to the displacement from equilibrium position
Acceleration is in the opposite direction to displacement/ directed towards the equilibrium position